New Developments in Relativistic Quantum Field Theory and Its Applications, Part 1 |
Contents
Ultralocal Quantum Field Theory | 1 |
Asymptotic Condition and Infrared Divergences in Quantum | 69 |
The Relativistic Quantum Theory of Measurement | 79 |
4 other sections not shown
Common terms and phrases
A-interwining algebra annihilation operators assume asymptotic behaviour bilinear bounded coherent commutation relations complex numbers condition consider convergence corresponding creation and annihilation defined definition denote dense set density matrix dimensional domain double f.p.s. eigenstates energy equation equivalent example exists exp{i expectation values field operator finite Fock space follows formal free theory given h₂ Hamiltonian Hilbert space Hilbert structure infinite interaction interpretation introduce invariance k₁ Karpacz linear space matrix elements measurement metric model function multiple N₂ norm number operators orthonormal system particles Phys polynomial positive power series problem projections properties quantization Quantum Field Theory region RELATIVISTIC QUANTUM renormalization resp S-matrix satisfying scalar product Section self-adjoint operator singularity space H spaces of f.p.s. square integrable symmetric tensorproducts Theorem ultralocal models unitary operator University of Wrocław V₂ vacuum vector Winter School Wrocław x)dx zero